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Problem Note 36073: ADJUST=DUNNETT DIFF=CONTROL multiple comparisons may not converge in PROC LIFETEST

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The ADJUST=DUNNETT DIFF=CONTROL(...) pairwise comparisons may not converge when used in a k-sample tests scenario on the STRATA statement (when the GROUP= option is NOT specified). A WARNING message is written to the log and the adjusted pvalues are reported as missing values. This problem affects all k-sample tests such as the logrank, Wilcoxon, Tarone, Peto, ModPeto, Fleming and LR tests.

Currently, a WARNING message is written to the log:

WARNING: The ADJUST=DUNNETT p-values and confidence limits 
              cannot be computed because the Dunnett-Hsu 
              approximation did not converge.  Try 
              ADJUST=SIMULATE.

The Dunnett-Hsu approximation depends on an iterative algorithm to approximate the covariance matrix. In the k-sample tests scenario, the covariance matrix is singular, which causes problems with the iterative algorithm.

To circumvent the problem, use ADJUST=SIMULATE.



Operating System and Release Information

Product FamilyProductSystemSAS Release
ReportedFixed*
SAS SystemSAS/STATz/OS9.2 TS1M09.2 TS2M2
Microsoft® Windows® for 64-Bit Itanium-based Systems9.2 TS1M09.2 TS2M2
Microsoft Windows Server 2003 Datacenter 64-bit Edition9.2 TS1M09.2 TS2M2
Microsoft Windows Server 2003 Enterprise 64-bit Edition9.2 TS1M09.2 TS2M2
Microsoft Windows XP 64-bit Edition9.2 TS1M09.2 TS2M2
Microsoft® Windows® for x649.2 TS1M09.2 TS2M2
Microsoft Windows Server 2003 Datacenter Edition9.2 TS1M09.2 TS2M2
Microsoft Windows Server 2003 Enterprise Edition9.2 TS1M09.2 TS2M2
Microsoft Windows Server 2003 Standard Edition9.2 TS1M09.2 TS2M2
Microsoft Windows XP Professional9.2 TS1M09.2 TS2M2
Windows Vista9.2 TS1M09.2 TS2M2
64-bit Enabled AIX9.2 TS1M09.2 TS2M2
64-bit Enabled HP-UX9.2 TS1M09.2 TS2M2
64-bit Enabled Solaris9.2 TS1M09.2 TS2M2
HP-UX IPF9.2 TS1M09.2 TS2M2
Linux9.2 TS1M09.2 TS2M2
Linux for x649.2 TS1M09.2 TS2M2
OpenVMS on HP Integrity9.2 TS1M09.2 TS2M2
Solaris for x649.2 TS1M09.2 TS2M2
* For software releases that are not yet generally available, the Fixed Release is the software release in which the problem is planned to be fixed.